{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "268b2d03",
   "metadata": {},
   "outputs": [],
   "source": [
    "import sys\n",
    "from collections import OrderedDict as od\n",
    "import numpy as np\n",
    "import matplotlib\n",
    "from matplotlib import pyplot as plt\n",
    "import seaborn as sns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "33963f67",
   "metadata": {},
   "outputs": [],
   "source": [
    "# default style\n",
    "sns.set_style('whitegrid')\n",
    "matplotlib.rc('font', size=17)\n",
    "matplotlib.rc('text', usetex=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "41848721",
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_acc_by_layer(axis, data, label):\n",
    "    x = [z[1] for z in data]\n",
    "    y = [z[2] for z in data]\n",
    "    axis.plot(\n",
    "        x, y, 'o-',# color=data,\n",
    "        linewidth=1, markersize=3,\n",
    "        label=label\n",
    "    )\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "5aee80c5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "record = np.load('results.npy', allow_pickle=True).item()\n",
    "pcs = [x[0] for x in record.keys()]\n",
    "\n",
    "record_per_pc = {}\n",
    "for (pc, nc), val in record.items():\n",
    "    if pc not in record_per_pc:\n",
    "        record_per_pc[pc] = []\n",
    "    record_per_pc[pc].append([nc] + list(val))\n",
    "for pc, lst in record_per_pc.items():\n",
    "    lst.sort(key=lambda x: x[0])  # sort by nc\n",
    "\n",
    "record_per_pc = od(sorted(record_per_pc.items(), reverse=True))\n",
    "\n",
    "\n",
    "fig, axis = plt.subplots(1, 1, figsize=[6, 5])\n",
    "for pc, lst in record_per_pc.items():\n",
    "    plot_acc_by_layer(axis, lst, label=pc)\n",
    "axis.legend(title='$S_p$', loc='lower right')\n",
    "axis.set_xlabel(\"Avg. Exit Layer\")\n",
    "axis.set_ylabel(\"nDCG @ 100\")\n",
    "axis.set_title(\"Positive Confidence $S_p$ on TREC-DL\")\n",
    "\n",
    "\n",
    "plt.tight_layout()\n",
    "# plt.show()\n",
    "plt.savefig(\"trec-dl-pc_compare.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "53ac57fc",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.15"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
